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Computing Analysis of Zagreb Indices for Generalized Sum Graphs under Strong Product

机译:强产品下广义和平图的ZAGREB指标计算分析

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Numerous studies based on mathematical models and tools indicate that there is a strong inherent relationship between the chemical properties of the chemical compounds and drugs with their molecular structures. In the last two decades, the graph-theoretic techniques are frequently used to analyse the various physicochemical and structural properties of the molecular graphs which play a vital role in chemical engineering and pharmaceutical industry. In this paper, we compute Zagreb indices of the generalized sum graphs in the form of the different indices of their factor graphs, where generalized sum graphs are obtained under the operations of subdivision and strong product of graphs. Moreover, the obtained results are illustrated with the help of particular classes of graphs and analysed to find the efficient subclass with dominant indices.
机译:基于数学模型和工具的许多研究表明,化合物和药物的分子结构的化学性质与其分子结构之间存在强烈的固有关系。 在过去的二十年中,图形 - 理论技术经常用于分析分子图的各种物理化学和结构性质,这在化学工程和制药行业中起着至关重要的作用。 在本文中,我们以因子图的不同指标的形式计算ZAGREB指数,其中广义和图是在细分和强的图形的操作下获得的。 此外,在特定类别的图表的帮助下示出了所获得的结果,并分析以找到具有主导指标的有效子类。

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